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Compute the crude mortality rate per 100,000 for this population. Round to two decimal places (e.g., 59.29).

Compute the incidence rate of death in the unexposed group per 1,000 person-years. Round to two decimal places (e.g, 84.62).

What is the attributable proportion among the exposed? Answer as a decimal proportion to 3 digits (e.g., 0.682).

The incidence rate is especially useful for [pop] populations.

What is the population risk difference comparing the exposed to the unexposed? Answer as a decimal proportion to 3 digits (e.g., 0.682).

The exam is 120 minutes. You will have an additional 15 minutes to print (if available), scan and upload. If you submit after the allotted time, your exam will be considered late and may incur a late penalty. After you complete your exam, scan your solutions into one .pdf file. Please upload your completed exam file by clicking on the “Add File” button underneath Question 1’s blank answer field. Download exam file here: CE 529 Midterm Exam Closed Book + 1 Sheet 8.5″x11″ (2 pages) of Formulae + Calculator. Students must return question sheets with their answer sheets at the end of the exam. Students should only use heavy pencils or dark blue or black pens. Students should not write on the back of any page. If your exam utilizes Gradescope’s Student App, do NOT upload to Gradescope. You will only upload your scanned exam file to this D2L quiz.   

A Scatter Plot [which] 

In which section of a Project Charter would you find the following statement: Reduce raw material inventory levels from 31.2 days average to 23 days average, with a maximum of 27 days average, by end of year. [which]

A Histogram [which] 

Type your solution in the answer box and be sure to answer all parts of the question. A manufacturer of automotive transmission parking pawls undertook a Six Sigma project to improve the quality of the pin diameter. The range for the pin diameter is 6.1 to 6.2 mm, and the measurements are taken with an inside-hole caliper. The project team conducted a gauge R&R study, and the ANOVA gave the following estimates: σRPT = 2.76 σRPD = 0.59 σPART = 26.6 26.75   Estimate σMS. Estimate % R&R. Based on % R&R, is this measurement system acceptable for use? Explain your decision.